Himpunan penyelesaian dari 16log(x−5)+16log(x−2)<12^{16}\log\left(x-5\right)+^{16}\log\left(x-2\right)<\frac{1}{2}16log(x−5)+16log(x−2)<21 adalah ....
HP={x ∣ 5<x<6 }\text{HP}=\left\{x\ |\ 5<x<6\ \right\}HP={x ∣ 5<x<6 }
HP={x ∣ 1<x<5 dan 2<x<6 }\text{HP}=\left\{x\ |\ 1<x<5\ dan\ 2<x<6\ \right\}HP={x ∣ 1<x<5 dan 2<x<6 }
HP={x ∣ 2<x<5}\text{HP}=\left\{x\ |\ 2<x<5\right\}HP={x ∣ 2<x<5}
HP={x ∣ 1<x<2 dan 5<x<6 }\text{HP}=\left\{x\ |\ 1<x<2\ dan\ 5<x<6\ \right\}HP={x ∣ 1<x<2 dan 5<x<6 }
HP={x ∣ 1<x<6 }\text{HP}=\left\{x\ |\ 1<x<6\ \right\}HP={x ∣ 1<x<6 }